Who in the world am I? Ah, that’s the great puzzle. - Lewis Carroll
One cardinal rule of ultimate is to respect the possession. - Sandeep
I hit a snag. I love Ultimate Frisbee.
There aren’t enough Ultimate Frisbee quotes, so I grabbed one from my captain. I’m sure it can translate to life. Help me finish this one: Life is like playing Frisbee, _________.
I told my friends that I wasn’t going to be playing a lot of Frisbee this year because I was going to get serious with my music. (As I do every year.) They thought it was ridiculous, but still shrugged it off and said, just don’t dick them around. “Awesome, I won’t.” And I didn’t, I haven’t. In fact, I’ve got a perfect record of attendance so far, including an optional Sunday tournament at 9:30 am and subbing for another team the next day. I spend my free time tossing a disc around. I even have my password as… well, I can’t tell you it exactly, or my overlords will find out and crush me… but it’s something that asks me, every time I enter it, what’s more important to me: Frisbee or Music?
So, alright. I’m playing Frisbee. The only other thing that keeps me back is my obsession for puzzles. That’s probably why I’m a lyricist, a mathematician, a musician, and why I took my ex-girlfriend’s father’s puzzle on bisectors so seriously. I write songs to solve them, and I play board games to understand the strategy behind them.
Let’s open this blog up to other things than just music, and existential crises. Sure, I can contemplate death and life, and the morality of banks, and the responsibility of artists. I probably will too. I just feel stifled when I try to be a CEO of David St Bernard Inc.
David =B~)
P.S. Regarding that bisector puzzle, I came up with a beautiful diagram for it, and I was stubbornly certain that it would lead me to an elegant solution. I kept working on it, reducing the problem to smaller and smaller sections, expecting to eventually negate the entire puzzle. However, it suddenly hit me that I was never going to reduce the problematic section to nothing. I was simply dividing the region in halves. And we ALL know that 1/(2^N) is never equal to zero, for any integer N.